Heat Transfer (Conduction) problem

AI Thread Summary
The problem involves calculating the thermal energy transfer through a solid oak wall with specified dimensions and temperature differences. The equation used is Q = k(A)(T2-T1)t/d, where the coefficient of thermal conductivity for oak is 0.147 J/m s C. A participant questions the area used in the calculation, noting that the correct area should be 7.32 m², derived from multiplying the wall's length and height. The confusion arises from an apparent typo in the provided area of 24 m². Clarification on the area is essential for accurate calculations in heat transfer problems.
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Homework Statement



Find the amount of thermal energy that flows per day through a solid oak wall 10.0 cm thick, 3.00 m long, and 2.44 m high, if the temp of the inside wall is 21.1 C while the temp of the outside wall is -6.67 C.

Homework Equations



Q= k(A)(T2-T1)t/d

coefficient of thermal conductivity for the oak is 1.47 x 10^-1


The Attempt at a Solution



This is a review question in my textbook and it shows:

=

(0.147 J/m s C) (24.0 m squared) (21.1 C - (-6.67 C))(24 hr)(3600 s/1 hr)
_______________________________________________________________
(0.100 m)




I understand the problem and the application, I am just unsure of how to get the area, A, for these problems. ...how did the 24 m^2 come about?
 
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Hmm... the question says the area is 3.00 * 2.44 = 7.32 m^2.

I think the "24 m^2" is a typo.
 
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